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Table 5

Harmonic and fundamental vibrational frequencies (in cm–1) and intensities (in km mol–1) of c-C3 (CN)2.

Mode Description F12-DZ F12-DZ-cCR F12-TZ B3LYP/TZ
ω1 (a1) Symmetric C-N stretch 2282.4 2289.0 2284.3 1
ω2 (b2) Antisymmetric C-N stretch 2278.7 2285.4 2280.6 2
ω3 (a1) C3-C2 stretch 1800.6 1807.1 1802.6 1
ω4 (a1) C1 -C2+ C1 -C3 1248.3 1253.6 1250.4 41
ω5 (b2) C1 -C2 – C1 -C3 1220.1 1225.5 1223.6 12
ω6 (b2) In-plane antisymmetric C2-C1 -C3 bend 770.1 773.7 772.1 2
ω7 (a1) In-plane symmetric bend 662.3 664.5 663.9 2
ω8 (a2) C2 and C3 Out-of-plane antisymmetric bend 640.8 642.5 643.7 -
ω9 (b2) C1-C2-N6 -C1-C3-N7 bend 552.6 556.0 555.3 1
ω10 (b1) C4 and C6 out-of-plane motion 465.3 465.3 467.8 1
ω11 (a1) C1-C2-N6 + C1-C3-N7 bend 451.0 452.3 453.5 2
ω12 (b2) C4 and C5 antisymmetric in-plane bend 242.6 243.5 243.7 11
ω13 (a2) C2-C4-N6 + C3-C5-N7 out-of-plane bend 240.0 240.0 240.6 -
ω14 (b1) C2-C4-N6 – C3-C5-N7 in-plane symmetric bend 180.2 180.4 180.3 39
ω15 (a1) C2-C4-N6 – C3-C5-N7 out-of-plane bend 99.0 99.4 99.0 6

v1(a1) Symmetric C-N stretch 2241.9 2249.1 2243.2 1
v2 (b2) Antisymmetric C-N stretch 2240.5 2241.2 2238.5 2
v3 (a1) C3-C2 Stretch 1771.6 1773.8 1771.7 1
v4 (a1) C1 -C2 + C1 -C3 1205.2 1216.4 1218.3 37
v5 (b2) C1 -C2 – C1 -C3 1177.7 1154.8 1172.5 10
v6 (b2) In-plane antisymmetric C2-C1 -C3 bend 755.5 741.3 748.8 1
v7 (a1) In-plane symmetric motion 648.9 654.8 654.0 1
v8 (a2) C2 and C3 out-of-plane atisymmetric bBend 359.9 690.5 540.7 -
v9 (b2) C1-C2-N6 -C1-C3-N7 bend 539.6 518.4 529.9 1
v10(b1) C4 and C6 out-of-plane motion 440.5 476.6 389.8 1
v11(a1) C1-C2-N6 + C1-C3-N7 bend 446.4 447.6 440.1 2
v12(b2) C4 and C5 antisymmetric in-plane bend 234.6 214.9 221.3 11
v13(a2) C2-C4-N6 + C3-C5-N7 out-of-plane bend 200.5 264.8 197.4
v14(b1) C2-C4-N6 - C3-C5-N7 in-plane symmetric bend 141.6 261.2 69.4 38
v15(a1) C2-C4-N6 - C3-C5-N7 out-of-plane bend 92.7 98.1 101.7 6

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